Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit278-11-20020417_232700_20020418_041100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/17 |
Start Time | | 2002/04/17 23:27 |
End Time | | 2002/04/18 04:09 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.77 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit278-11-20020417_232700_20020418_041100-constBx0 |
Minimum Dst Value | | -87 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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